杨畅，男，博士，讲师
教育背景：
2003.09-2007.07 山东大学 数学与系统科学学院 学士
2007.09-2014.07 北京大学 数学科学学院 博士
2012.09-2014.03 哥伦比亚大学 数学系 国家公派访问学者
工作经历：
2014.12-2017.07 国防科技大学 理学院 博士后
2017.07-至 今 yl23455永利yl23455永利公司 yl23455永利 讲师
教学育人：
讲授过《泛函分析》《数学分析一、二、三》《初等数论》等课程
科学研究：
I am working in representation theory of reductive groups over finite fields or p-adic fields, especially on topics related to the “relative” local Langlands program; I am also interested in some questions in automorphic forms and analytic number theory.
Publications/Preprints:
Linear periods for unitary representaitons, Submitted.
Distinguished representations, Shintani base change and a finite field analogue of a conjecture of Prasad, Advances in Math, 2020, 107087. https://doi.org/10.1016/j.aim.2020.107087
(Joint with Aijin Lin, Chunyan Li) Variational principles and Combinatorial p-th Yamabe ows on surfaces, Submitted.
(Joint with Zhi Qi) A Whittkaer-Plancherel formula for SL2(C), To appear in Joural d’Analyse Mathematique, In press.
Gamma factors of level zero supercuspidal representations, Submitted.
(Joint with Zhi Qi) Morita’s theory for Symplectic groups, International Journal of Number Theory, 2011,07(08): 2115-2137
联系方式：cyangmath@gmail.com